%0 Journal Article
%T Some results on subtractive ideals in semirings
%A A. Khaksari
%A S. Jahanpanah Bavaryani
%J International Journal of Contemporary Mathematical Sciences
%D 2013
%I 
%X This paper is concerned with generalizing some results of ringtheory ro semiring theory. Throughout this paper a semiring willbe defined as follows: A semiring is a set $R$ together with twobinary operations called addition ``$+$'' and multiplication``$.$'' such that $(R, +)$ is a commutative semigroup and $(R, .)$is semigroup; connecting the two algebraic structures are thedistrubutive laws: $a (b+ c)= ab+ ac$ and $(b+ c) a= ba+ ca$ forall $a, b, cin R$.
%K Semiring
%K prime ideal
%K subtractive ideal
%U http://www.m-hikari.com/ijcms/ijcms-2013/1-4-2013/khaksariIJCMS1-4-2013.pdf